Results 221 to 230 of about 64,912 (265)
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2012
Uniform measures are functionals on the space of bounded uniformly continuous functions. In this chapter I describe a parallel theory of functionals on the space of all (not necessarily bounded) uniformly continuous functions. The “unbounded version” of \(\mathsf{{\mathfrak{M}}_{u}}(X)\) is the space \(\mathsf{{\mathfrak{M}}_{F}}(X)\) of free uniform ...
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Uniform measures are functionals on the space of bounded uniformly continuous functions. In this chapter I describe a parallel theory of functionals on the space of all (not necessarily bounded) uniformly continuous functions. The “unbounded version” of \(\mathsf{{\mathfrak{M}}_{u}}(X)\) is the space \(\mathsf{{\mathfrak{M}}_{F}}(X)\) of free uniform ...
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International Basis for Uniform Measurement
Science, 1967The influence and importance of the International Bureau have never been greater than they are today and there seems little doubt that its position will be enhanced in the future. The rapid development of science and technological industry during recent decades has placed heavy demands on fundamental metrology to keep ahead of immediate needs.
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2012
In this chapter I discuss the representation of functionals in \(\mathsf{{\mathfrak{M}}_{b}}(X)\) by measures on X and on the uniform compactification \(\widehat{\mathsf{p}}X\).
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In this chapter I discuss the representation of functionals in \(\mathsf{{\mathfrak{M}}_{b}}(X)\) by measures on X and on the uniform compactification \(\widehat{\mathsf{p}}X\).
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SAE Technical Paper Series, 1965
<div class="htmlview paragraph">Tire uniformity measurements may be interpreted with some reservations to provide information regarding automobile ride disturbances at frequencies less than 60 cps (tire shake and roughness) and one type of handling disturbance (tire pull).</div> <div class="htmlview paragraph">A list of precautions ...
Clarence Hofelt +2 more
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<div class="htmlview paragraph">Tire uniformity measurements may be interpreted with some reservations to provide information regarding automobile ride disturbances at frequencies less than 60 cps (tire shake and roughness) and one type of handling disturbance (tire pull).</div> <div class="htmlview paragraph">A list of precautions ...
Clarence Hofelt +2 more
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Uniformity in convergence of measures
Zeitschrift für Wahrscheinlichkeitstheorie und Verwandte Gebiete, 1977Assume that a net (σα) of measures converges in some sense to a measureΜ. Then we investigate whether for a given class ℰ of functions, we can conclude that $$\mathop {\lim }\limits_\alpha \mathop {\sup }\limits_{f \in E} |\int {fd\mu _\alpha } - \int {fd\mu } | = 0.$$ .
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Ricerche di Matematica, 2008
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Complex Uniform Convexity and Riesz Measures
Canadian Journal of Mathematics, 2004AbstractThe norm on a Banach space gives rise to a subharmonic function on the complex plane for which the distributional Laplacian gives a Riesz measure. This measure is calculated explicitly here for LebesgueLpspaces and the von Neumann-Schatten trace ideals.
Blower, G., Ransford, T.
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On uniform convergence of measures
Zeitschrift f�r Wahrscheinlichkeitstheorie und Verwandte Gebiete, 1970A new and simpler proof is given in Section 3 for the sufficiency part of Theorem 3.1 in Ranga Rao [6] and its generalization by Billingsley and TopsOe [1]. Essential for the proof, which does not require the topological space X to be metric, is Lemma 2.1. As examples of possible wider application of this lemma, simple proofs are given for a well known
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